A High-Accuracy Hybrid Method for Linear Fredholm Integral Systems Using Bernoulli Polynomials Coupled with Enhanced Block-Pulse Functions
This paper proposes a novel mixed numerical scheme for approximating linear Fredholm integral equation systems (LFISs) using a combination of Bernoulli polynomials (BPs) and enhanced block-pulse functions (EBPFs). This suggested representation makes use of both the local support nature and computation efficiency of the...